A POSSIBLE HEATING MECHANISM AT DOWN-SHIFTED CYCLOTRON FREQUENCY IN THE CT-6B TOKAMAK
CHEN Yanping
Institute of Physics, Academia Sinica, Beijing 100080
A POSSIBLE HEATING MECHANISM AT DOWN-SHIFTED CYCLOTRON FREQUENCY IN THE CT-6B TOKAMAK
CHEN Yanping
Institute of Physics, Academia Sinica, Beijing 100080
关键词 ：
52.35.-g ,
52.50.-b
Abstract ： A parametric decay process is proposed to explain the electron cyclotron Were heating at down shifted cyclotron frequency observed in the CT-6B tokamak. When the wave is perpendicularly launched from the top, X mode decays into a static electron plasma wave and ion acoustic wave before the cut-off X mode. The decay products may propogate to the center and transfer their energy into plasma.
Key words ：
52.35.-g
52.50.-b
出版日期: 1990-04-01
:
52.35.-g
(Waves, oscillations, and instabilities in plasmas and intense beams)
52.50.-b
(Plasma production and heating)
引用本文:
CHEN Yanping. A POSSIBLE HEATING MECHANISM AT DOWN-SHIFTED CYCLOTRON FREQUENCY IN THE CT-6B TOKAMAK
[J]. 中国物理快报, 1990, 7(4): 177-180.
链接本文:
https://cpl.iphy.ac.cn/CN/
或
https://cpl.iphy.ac.cn/CN/Y1990/V7/I4/177
[1]
WANG Ying;GAO Zhe. Short Wavelength Ion Temperature Gradient Driven Instability in Noncircular Flux Surface Plasmas with Finite Aspect Ratio
[2]
WANG Chun-Hua;WANG Xiao-Gang. Effects of Dipole Moment on the Lattice Waves in One-Dimensional Dust Chain
[3]
GONG Ye;ZHENG Shu;XU Xiang;ZOU Xiu;LIU Jin-Yuan;LIU Yue;WANG Xiao-Gang. A Two-Flux Radiation Model for Helical Instability of Arcs
[4]
V. Babovic;M. Kovav cevic;K. Kanjevac. An Efficient Iterative Procedure for Solution of Plasma Loaded Helical Waveguide Problems
[5]
OUYANG Ji-Ting;CAO Jing;MIAO Jin-Song. Striations in Plasma Display Panel
[6]
HE Jun-Tao;ZHONG Hui-Huang;QIAN Bao-Liang;LIU Yong-Gui. A New Method for Increasing Output Power of a Three-Cavity Transit-Time Oscillator
[7]
HE Jun-Tao;ZHONG Hui-Huang;LIU Yong-Gui. A New Low-Impedance High Power Microwave Source
[8]
GAO Zhe. A New Kinetic Mode Driven by Electron Temperature Gradient
[9]
HE Kai-Fen. Hopf Bifurcation in a Nonlinear Wave System
[10]
SANG Hai-Bo;;HE Kai-Fen;. Phase Synchronization as a Mechanism of Controlling Spatiotemporal Chaos via External Periodic Signal
[11]
XIAO Zuo;WANG Wen-Qing;HAO Yong-Qiang. Nonlinear-Ion-Acoustic-Wave Instability, Threshold, Half Width of Trapped Region and Transition Region
[12]
WU Zheng-Wei;ZHANG Wen-Lu;LI Ding;YANG Wei-Hong. Effect of Magnetic Field and Equilibrium Flow on Rayleigh-Taylor Instability
[13]
IN Lie;WU Bin;ZHANG Peng;WANG Yong-Qing. Analysis of Instabilities in Non-Equilibrium Plasmas
[14]
BAI Dong-Xue;WANG Zheng-Xiong;WANG Xiao-Gang. Acoustic Rotation Modes in Complex Plasmas
[15]
WANG Xu-Yu; CAO Jin-Bin. Ionospheric Feedback Instability in the Coupling of Magnetosphere-Ionosphere
1990, Vol. 7 
